Bayesian modeling of measurement error in predictor variables using item response theory
By Jean-Paul Fox, Cees A. W. Glas. 2003
136 citations recorded by the source corpus.
Subfields: Computer Networks and Communications, Management Science and Operations Research, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/36d183f1aa9d3bb148d80ba9166839c1a456dbed
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computer Networks and Communications
- Máaarcia D. Branco
- Heleno Bolfarine
- Jorge L. Bazán
- Sophia Rabe-Hesketh
- A. Skrondal
- Sandip Sinharay
- Andrew Pickles
- Jan-Benedict E M Steenkamp
In Management Science and Operations Research
- Sophia Rabe-Hesketh
- A. Skrondal
- Máaarcia D. Branco
- Heleno Bolfarine
- Jorge L. Bazán
- Sandip Sinharay
- Andrew Pickles
- Jan-Benedict E M Steenkamp
In Statistics and Probability
- Sophia Rabe-Hesketh
- A. Skrondal
- Andrew Pickles
- Heleno Bolfarine
- Jorge L. Bazán
- Máaarcia D. Branco
- Sandip Sinharay
- Jan-Benedict E M Steenkamp
Citations in the corpus
- Relaxing Measurement Invariance in Cross-National Consumer Research Using a Hierarchical IRT Model (2007, background): “This random-effects approach for the latent variable is consistent with recent work on multilevel latent variable modeling in psychometrics (Fox and Glas 2001, 2003).”
- Generalized multilevel structural equation modeling (2004, methodology): “Goldstein (1995) suggests an alternative two-stage method.”
- Experiences With Markov Chain Monte Carlo Convergence Assessment in Two Psychometric Examples (2004, background): “Beguin and Glas (2001), Bradlow, Wainer, and Wang (1999), Fox and Glas (2003), Janssen, Tuerlinckx, Meulders, and De Boeck (2000), and Scott and Ip (2002), are only some of the recent examples of application of MCMC algorithms to fit complicated psychometric models.”
- A skew item response model (2006, methodology): “…(2P) IRT model and not in the three-parameter (3P) IRT model, because several generalizations and applications are possible for the 2P model (see, for example, Bradlow et al. 1999, Béguin and Glas 2001, Fox and Glas 2001, Linardakis and P. Dellaportas 2002, Fox and Glas 2003, and Jackman 2004).”